Bounds and Majorization Relations for the Zeros of a Class of Fibonacci-Type Polynomials
Fuad Kıttaneh · Numerical Functional Analysis and Optimization · 2015
We apply certain matrix inequalities involving eigenvalues, the numerical radius, and the spectral radius to obtain new bounds and majorization relations for the zeros of a class of Fibonacci-type polynomials. Our results improve upon some earlier bounds for the zeros of these polynomials.